This paper introduces the Primal Collapse Hypothesis (v4. 1), a novel framework within Ontological Determinism that bridges quantum mechanics and number theory. The model posits that the distribution of prime numbers is not purely stochastic but subject to a phenomenological collapse regulated by a mass-dependent scaling factor, specifically the m³ (volumetric energy-density) ansatz. By utilizing a modified Lindblad master equation, the hypothesis provides a mechanism for correcting the Gauss error (Li (x) ) across extreme scales (from 10⁹ to 10^21). Key to the model is the saturation factor (), which stabilizes the collapse rate, preventing overshoot and aligning the prediction with natural observations. The results demonstrate a "Golden Shot" alignment, suggesting that prime number locations are deterministic outcomes of quantum decoherence in high-density information fields
Marcin Bajak (Tue,) studied this question.